íÏÄÅÌÉÒÏ×ÁÎÉÅ É áÎÁÌÉÚ âÅÚÏÐÁÓÎÏÓÔÉ É òÉÓËÁ × óÌÏÖÎÙÈ óÉÓÔÅÍÁÈ: ôÒÕÄÙ íÅÖÄÕÎÁÒÏÄÎÏÊ îÁÕÞÎÏÊ ûËÏÌÙ íá âò - 2004 (òÏÓÓÉÑ, óÁÎËÔ-ðÅÔÅÒÂÕÒÇ, 22-25 ÉÀÎÑ, 2004), óðÂ, çïõ ÷ðï "óðÂçõáð", 2004, - 649 ÓÔÒ.
ISBN 5-8088-0119-2

óïäåòöáîéå

çìá÷á 1. ðìåîáòîùå äïëìáäù

îáõþîáñ ûëïìá "íïäåìéòï÷áîéå é áîáìéú âåúïðáóîïóôé é òéóëá ÷ óìïöîùè óéóôåíáè" é å³ óíùóì
òÑÂÉÎÉÎ é.á.

ATTITUDE TOWARDS ONE RISK, MULTIATTRIBUTED UTILITY, AND THE PRESENCE OF CORRELATED UNCERTAINTY
Martins A.P.

RISK OF GROWTH IN MY ENDOGENOUS GROWTH MODEL: COMBINING THE PENROSE CURVE WITH THE PETERSBURG PARADOX
Kamiryo H.

ðòïâìåíù áîáìéúá âéòöå÷ùè òéóëï÷
ðÒÅÌÏ× ÷Ì.÷. , íÁÈÕÔÏ× î.á.

úáäáþá ë÷áîôéìøîïê ïðôéíéúáãéé âéìéîåêîïê æõîëãéé
ëÉÂÚÕÎ á.é., ÷ÉÛÎÑËÏ× â.÷.

ðïôåîãéáìøîùê òéóë òáäéïáëôé÷îïçï úáçòñúîåîéñ óå÷åòï-úáðáäîïçï òåçéïîá òïóóéé
ôÉÈÏÎÏ× í.î., íÕÒÁÔÏ× ï.ü.

A MARKET RISK MODEL FOR ASYMMETRIC DISTRIBUTED RISK FACTORS
Ghoudi K., Giannopoulos K.

INTEGRATED RISK MANAGEMENT WITH A FILTERED BOOTSTRAP APPROACH
Marsala C., Pallotta M., Zenti R.

MANAGING NON-FERROUS METALS PRICE RISK WITH THE LONDON METAL EXCHANGE
Spagnoli P.

THE USE OF FORECASTING ACCURACY AS AN ARCH MODEL SELECTION TOOL
Mitchell H., McKenzie M.D.

THE TREATMENT OF CREDIT RISK IN THE BASEL ACCORD AND FINANCIAL STABILITY
Lamy Marie-Florence

THERMODYNAMIC MEASURE OF RISK FOR FINANCIAL MARKETS
Madhumathi R.

ü÷ïìàãéïîîùå òéóëé éîæïòíáãéïîîùè ôåèîïìïçéê
óÁÆÏÎÏ× é.

òéóë ÷ùâïòá éîóôòõíåîôï÷ òåáìéúáãéé ÷îåûîåüëïîïíéþåóëïê ðïìéôéëé çïóõäáòóô÷á
÷ÉÔÌÉÎÓËÉÊ ÷., íÁÈÁÎÅà ì.

RISK LP-THEORY WITH GROUPS OF INCOMPATIBLE EVENTS IN THE PROBLEM OF EFFECTIVENESS
Solojentsev E.D., Dormidonov Yu.A.

BAYESIAN CLASSIFICATION TREES AND THE OECD COUNTRY RISK CLASSIFICATION METHOD
Platt J.

RATING MIGRATIONS AS INDICATORS FOR BUSINESS CYCLES
Peaucelle I.

AN ORDERED PROBIT ANALYSIS OF THE DECISION TO ENGAGE IN A COMPREHENSIVE CORPORATE HEDGING STRATEGY
Yong H.H.Au., Faff R., Nguyen H.

USING DATA MINING TO PREDICT FINANCIAL RISK FACTORS
Kyper E., Lloyd S.J., Chinn S.

EXECUTIVE STOCK OPTIONS (ESOS) AS A RISK-SHARING DEVICE: A LOGIT AND PROBIT ANALYSIS OF THE FACTORS INFLUENCING THE GRANTING OF ESOS IN THE UK
Dillon P., O'Connell V.

RISK PREMIA AT THE N.Y.S.E.: ANALYSIS OF EXPERTS' BEHAVIOR AT THE INDIVIDUAL LEVEL
Abou A., Prat G.

QUANTIFYING FOREIGN EXCHANGE MARKET RISK AT DIFFERENT TIME HORIZONS
Nekhili R., Salih A.A., Caner S.

INCORPORATING LOSS HIGHER MOMENT IN BOND PORTFOLIO MANAGEMENT
Sutthirat J., Chunhachinda P.

A MODEL FOR MANAGING RISK IN BUSINESS PROCESSING OUTSOURCING LIABILITY PROBLEM
Kumar P., Sharma S.K.

OWNERSHIP STRUCTURE AND RISK: A CANADIAN EMPIRICAL ANALYSIS
Gadhoum Y., Ayadi M.A.


çìá÷á 2. óåëãéñ "òéóë òùîëï÷ ëáðéôáìá"

ëïíðìåëóîùê õþ³ô òåêôéîçï÷ùè ïãåîïë é òéóëá ÷ ôåïòéé ðïòôæåìñ
÷ÉÔÌÉÎÓËÉÊ ÷., ëÁÍÉÎÓËÉÊ á.

íïäåìéòï÷áîéå ïãåîëé ëòåäéôîïçï òéóëá ÷ õóìï÷éñè îåïðòåäåìåîîïóôé
åÌÅÊËÏ ñ., çÒÉÝÕË ò.

ï îåòá÷åîóô÷å ôòåõçïìøîéëá äìñ ëòéôåòéñ VaR
ëÁÎ à.ó., óÕÒÉÎÏ× ò.ô.

CANONICAL REPRESENTATION OF PREFERENCES OVER A SET OF PROBABILITY DISTRIBUTIONS
Novosyolov A.

DERIVATIVE PORTFOLIO MANAGEMENT
Golembiovsky D.

òéóëé ÷ íåöâáîëï÷óëïí ëòåäéôï÷áîéé é óðïóïâù éè ïãåîëé
ïÓÔÁÐÞÕË ñ.î.

áäáðôáãéñ é òåçõìñòéúáãéñ ëáë óðïóïâù óîéöåîéñ òéóëá ÷ íïäåìéòï÷áîéé îåìéîåêîùè üëïîïíéþåóëéè ðòïãåóóï÷
÷ÉÔÌÉÎÓËÉÊ ÷.÷., ëÏÌÑÄÁ à.÷.

üëïîïíéëï-íáôåíáôéþåóëïå íïäåìéòï÷áîéå òéóëá çïòîï-ïâïçáôéôåìøîïçï ðòåäðòéñôéñ ëáë íïîïðòïäõëôï÷ïê óéóôåíù
áÆÁÎÁÓØÅ× å.÷.

óôáôéóôéþåóëéê áîáìéú òéóëá ÷ óéóôåíáè ó ëòéôéþåóëéíé óïóôïñîéñíé
÷ÅÒÚÉÌÉÎ ä.î., þÅÒÅÛÎÅ× ÷.÷.

íáòëåôéîçï÷áñ ëïîãåðãéñ òéóë-íåîåäöíåîôá ÷ äåñôåìøîïóôé ðòåäðòéñôéñ
âÏÄÎÁÒÞÕË î., âÏÄÎÁÒÞÕË ï., ìÏÛÅÎÀË é.

ïãåîëá äéîáíéþåóëïçï òéóëá ÷ úáäáþáè òáóðòåäåìåîéñ òåóõòóï÷
íÁÌÁÆÅÅ× ï.á., áÌÆÅÒÏ× ç.÷., ëÉÓÅÌÅ× ÷.î.

ôåïòåôéëï-éçòï÷ïê íåôïä æïòíéòï÷áîéñ ðïòôæåìñ îáéâïìåå îáä³öîùè ðòïåëôï÷
óÉÇÁÌ á.÷.

éîôåçòáãéïîîùå òéóëé æïòíéòõàýåêóñ íïäåìé åäéîïçï üëïîïíéþåóëïçï ðòïóôòáîóô÷á: áîáìéú é âåúïðáóîïóôø õþáóôéñ
óÕÞËÏ×Á å.

éúíåîåîéå ÷åòïñôîïóôé âáîëòïôóô÷á ðòé îåðòïðïòãéïîáìøîïí ðåòåóôòáèï÷áîéé
çÏÒÏÂÅà á.÷.

ðïðõìñãéïîîáñ íïäåìø äéîáíéëé ðïòôæåìñ òéóëï÷ùè áëôé÷ï÷
öÁÂÉÎ ä.î., ûÁÐÏ×ÁÌÏ× á.÷., ûÁÐÏ×ÁÌÏ×Á å..á.

ïãåîëá òéóëá âáîëòïôóô÷á ðòåäðòéñôéñ ó éóðïìøúï÷áîéåí áððáòáôá îåþåôëïê ìïçéëé
íÁÔ×ÉÊÞÕË á.

òéóëé æïòíéòï÷áîéñ âàäöåôï÷ îá òåçéïîáìøîïí õòï÷îå
óÕÎÃÏ×Á á.á., âÅÌÑÅ× ÷.÷.

üëïîïíéëï-íáôåíáôéþåóëïå íïäåìéòï÷áîéå õðòá÷ìåîéñ ðòïéú÷ïäóô÷åîîùí ðòåäðòéñôéåí
õÄÏ×ÅÎËÏ ÷.á., õÄÏ×ÅÎËÏ ï.á.

FORECASTING AND PLANNING OF CORPORATE BUSINESS ACTIVITY AND DATA PROCESSING FOR OPTIMAL TRUST ENGINEERING AND RISK MANAGEMENT
Safonov I., Safonov V.

ìïçéëï-÷åòïñôîïóôîùê áîáìéú òéóëá ÷ óéóôåíå éðïôåþîïçï ëòåäéôï÷áîéñ
ãÉÒÁÍÕÁ ó., íÅÌÁÛ×ÉÌÉ é., ôÕÒËÉÑ ó., äÖÇÁÍÁÄÚÅ î.

ïãåîëá üææåëôé÷îïóôé é óôåðåîé òéóëá éî÷åóôéãéïîîïçï ðòïåëôá éúäáôåìøóëï-ðïìéçòáæéþåóëïçï ðòåäðòéñôéñ ó éóðïìøúï÷áîéåí éíéôáãéïîîïçï íïäåìéòï÷áîéñ
ðÅÓÉËÏ× ü.â., ï×ÞÉÎÎÉËÏ×Á ï.ð.

íïäåìø óéóôåíîïçï áîáìéúá íáòëåôéîçï÷ùè òéóëï÷
úÁÒÉ×ÎÑË é.

ëòåäéôîùê òéóë ëïííåòþåóëéè âáîëï÷
âÙËÏ×Á î., ìÏÛÅÎÀË é.ò.

ãåîïïâáúï÷áîéå ïðãéïîá ÷ íïäåìé óï óôïèáóôéþåóëïê ðòïãåîôîïê óôá÷ëïê
öÁÂÉÎ ä.î., ñËÏ×ÌÅ× ä.å.

óéóôåíîùå ðòéîãéðù üëïîïíéþåóëïê âåúïðáóîïóôé âéúîåóá
ôÉÍÏÎÉÎ à.

ïãåîëá é íéîéíéúáãéñ òùîïþîùè òéóëï÷ âáîëá
ðÅÒÎÁÒÉ×ÓËÉÊ á.

íõìøôéðìéëáôé÷îùê ðïäèïä ÷ ïãåîé÷áîéé ðïëáúáôåìåê üææåëôé÷îïóôé é òéóëá
÷ÅÒÞÅÎËÏ ð.é.

ON VECTORS OF DISTRIBUTIONAL FUNCTION FOR FINDING OPTIMAL STRATEGIES
Yelejko Ya. I., Bodnar T.

áîáìéú é ðïäèïäù ë ïðòåäåìåîéà "òéóëï÷" ðòé ôáíïöåîîïí ïæïòíìåîéé é ôáíïöåîîïí ëïîôòïìå ôï÷áòï÷ é ôòáîóðïòôîùè óòåäóô÷ é æïòíéòï÷áîéå õðòåöäáàýåê óéóôåíù ëïîôòïìñ îá ïóîï÷å áîáìéúá òéóëï÷
ëÁÞÁÌÏ× ÷.á.

ôáíïöåîîáñ äåñôåìøîïóôø ÷ õóìï÷éñè îï÷ïçï ôáíïöåîîïçï úáëïîïäáôåìøóô÷á
ëÕÌÅÛÏ× á.÷.

ïãåîëá òéóëá úáôåîåîéñ âéúîåóá
ëÏÐÞÉÎÓËÁÑ ÷.

õóï÷åòûåîóô÷ï÷áîéå ëïìéþåóô÷åîîïçï áîáìéúá òéóëá ÷ óéóôåíáè õðòá÷ìåîéñ
ðÏÄÏÌØÞÁË î.à., ïÌÅËÓÉ× é.â.

òéóë õðòá÷ìåîéñ ëïòòõíðéòï÷áîîïê üëïîïíéëïê
óËÒÉÐÎÉË á.÷.

ïðôéíéúáãéñ é òéóë ÷ äåñôåìøîïóôé âáîëá ÷ óôáôéóôéþåóëé óôáâéìøîïê óéôõáãéé
íÁÌÁÆÅÅ× ï.á., ðÉÞÕÇÉÎ à.á.

çéâòéäîáñ óéóôåíá äìñ ïðòåäåìåîéñ õòï÷îñ òåúåò÷á âáîëá
âÁËÕÒÏ×Á á.÷., ÷ÁÓÉÌØÞÅÎËÏ å.á.

óéóôåíîùê áîáìéú òéóëï÷ ÷ ðìáôåöîïê óéóôåíå
úÁÓÌÁ×ÓËÉÊ ÷.


çìá÷á 3. óåëãéñ "òéóë ÷ ôåèîéëå é üëïìïçéé"

úáäáþá N 35 é éóôïòéñ åå éóóìåäï÷áîéê
òÑÂÉÎÉÎ é.á.

íïäåìé é íåôïäù ðòéîñôéñ õðòá÷ìñàýéè òåûåîéê ÷ éîôåòåóï-ïòéåîôéòï÷áîîùè óéóôåíáè ðï ëòéôåòéñí ðïìåúîïóôé é òéóëá ó õþåôïí ôåèîïçåîîïê âåúïðáóîïóôé
âÁÒÁÎÏ× ÷.÷.

ïóîï÷ù òáóþ³ôá ÷åòïñôîïçï ÷òåäá ðòé á÷áòéñè îá çéäòïôåèîéþåóëéè óïïòõöåîéñè
ñËÏ×ÌÅ× ó.à., íÁÔ×ÅÅ× ð.é.

ïãåîëá üëïìïçéþåóëïçï òéóëá äïâùþé îåæôé îá íïòóëïí ûåìøæå
ôÕÒËÉÎ ÷.

ïãåîëá òéóëá ðòé ÷ùâïòå óôòõëôõòù óìïöîïê ëïîóôòõëãéé ó õþåôïí åå öéúîåîîïçï ãéëìá
ûÅ×ÞÅÎËÏ ó.÷.

ðòïâìåíá óéîôåúá ìïçéóôéþåóëéè ãåðåê ÷ ÷éòôõáìøîùè ðòåäðòéñôéñè é ÷ïúíïöîùå ðõôé åå òåûåîéñ
áÒÈÉÐÏ× á.÷., é×ÁÎÏ× ä.á., ðÏÔÒÑÓÁÅ× á.ó, óÏËÏÌÏ× â.÷.

òáúòáâïôëá âáúù äáîîùè é úîáîéê ó éóðïìøúï÷áîéåí çåïéîæïòíáãéïîîùè é éîôåòîåô-ôåèîïìïçéê äìñ óïúäáîéñ íåöòåçéïîáìøîïê íïäåìé òáú÷éôéñ òïóóéé îá õòï÷îå ÷úáéíïäåêóô÷õàýéè æåäåòáìøîùè ïëòõçï÷ ó õþåôïí òéóëï÷ ïô ïðáóîùè ðòéòïäîùè é ôåèîïðòéòïäîùè ðòïãåóóï÷
äÒÏÚÄÏ× ÷.á., íÁÓÌÅÎÎÉËÏ×Á á.÷.

ðòïâìåíù ÷îåäòåîéñ íåôïäïìïçéé ëïïòäéîéòï÷áîîùè ðåòåëìàþåîéê ÷ CALS-ôåèîïìïçéñè ÷ òïóóéêóëïí óõäïóôòïåîéé
ðÏÌÉÝÕË ó.ð.

ïãåîëá óôåðåîé ïðáóîïóôé äåæåëôï÷ ïô÷åôóô÷åîîùè ïâÿåëôï÷ îá ïóîï÷å éî÷áòéáîôï÷ áëõóôéëï-üíéóóéïîîùè ðòïãåóóï÷
ðÏÐÏ× á.÷.

íïäåìéòï÷áîéå ðòïãåóóá æõîëãéïîéòï÷áîéñ úáðòá÷ïþîùè óéóôåí ó õþ³ôïí ÷ïúîéëîï÷åîéñ ðòïéóûåóô÷éê îá ïóîï÷å ìïçéëï-÷åòïñôîïóôîïê ôåïòéé âåúïðáóîïóôé é íïòæïìïçéþåóëïçï áîáìéúá
áÎÉËÅÊÞÉË î.ä., ëÒÁÓÎÏ× ï.÷.

îåëïôïòùå ðïîñôéñ é òåúõìøôáôù ÷ ïâìáóôé ìïçéëï-÷åòïñôîïóôîùè íåôïäï÷
òÑÂÉÎÉÎ é.á.

SIMULATED ELECTRICAL NETWORK APPROACH (SENA) TO HARD OPTIMIZATION PROBLEMS
Sharma H.D., Bangale S.M.

áìçïòéôí ïâïóîï÷áîéñ ïðôéíáìøîïê óôòáôåçéé íïîéôïòéîçá ðáòáíåôòï÷ âåúïðáóîïóôé æõîëãéïîéòï÷áîéñ óìïöîùè ôåèîéþåóëéè ëïíðìåëóï÷
ëÒÁÓÎÏ× ï.÷., áÎÉËÅÊÞÉË î.ä., ìÀÈÉÎ á.÷.

íåôïäù é óòåäóô÷á õðòá÷ìåîéñ ôåèîïçåîîïê âåúïðáóîïóôøà íîïçïëïíðïîåîôîùè íáûéîïóôòïéôåìøîùè óéóôåí
âÅÒÍÁÎ á.æ., ÷ÁÓÉÌØÅ× ó.î., éÚ×ÅËÏ× ñ.ï., ìÁËÅÅ× á.÷., íÁËÓÉÍËÉÎ î.î., îÉËÏÌÁÊÞÕË ï.á.

÷ïúíïöîïóôîáñ ïãåîëá ôòá÷íáôéúíá çïòîïìùöîéëï÷
åÓÉÐÏ× à.÷., õÒ×ÁÎÃÅ×Á í.ì.

á÷ôïíáôéúéòï÷áîîáñ óéóôåíá òáóþåôá ðïëáúáôåìåê îáäåöîïóôé èéíéëï-ôåèîïìïçéþåóëéè ïâÿåëôï÷ óðåãéáìøîïçï îáúîáþåîéñ
û×ÅÃÏ×Á-ûÉÌÏ×ÓËÁÑ ô.î., çÒÏÍÏ×Á ô.÷., ðÏÌÅÈÉÎÁ ï.÷., û×ÙÒÑÅ× â.÷., ÷ÉËÔÏÒÏ×Á ÷.ó., ÷ÏÌÉË â.ç., óÔÅÐÁÎÑÎà á.ó.

ðáòáíåôòù é ëòéôåòéé òéóëá éïîéúéòõàýåçï éúìõþåîéñ é íåäéãéîóëïçï ïâìõþåîéñ
ëÁÌØÎÉÃËÉÊ ó.á., ñËÕÂÏ×ÓËÉÊ-ìÉÐÓËÉÊ à.ï.

ôåèîïçåîîùê òáäéáãéïîîùê òéóë ðòé ëïíðìåëóîïê õôéìéúáãéé áðì é óõäï÷ ó ñüõ
ôÉÈÏÎÏ× í.î., íÕÒÁÔÏ× ï.ü.

õóëïòåîîùå éóðùôáîéñ îá âåúïðáóîïóôø æõîëãéïîéòï÷áîéñ öåìåúîïäïòïöîùè ôòáîóðïòôîùè íéëòïðòïãåóóïòîùè óéóôåí õðòá÷ìåîéñ
ûÁÂÕÒÏ× ó.ð., õÔËÉÎ ì.÷.

÷÷åäåîéå ÷ ôïþîïóôîõà ôåïòéà îáäåöîïóôé ðòïçòáííîïçï ïâåóðåþåîéñ
óÍÁÇÉÎ ÷.á.

ëáîãåòïçåîîùê òéóë: óòá÷îéôåìøîáñ èáòáëôåòéóôéëá ôåðìï÷ùè é áôïíîùè üìåëôòïóôáîãéê
ôÉÈÏÎÏ× í.î., íÕÒÁÔÏ× ï.ü.

áîáìéú òéóëï÷ é ðòïçîïúéòï÷áîéå ðòé ïãåîëå îáäåöîïóôé ðòïçòáííîïçï ïâåóðåþåîéñ õðòá÷ìñàýéè ÷ùþéóìéôåìøîùè óéóôåí
äÕÛÕÔÉÎÁ å.

ëòéôåòéé ÷ïúîéëîï÷åîéñ ðòïéóûåóô÷éñ ÷ ðòïãåóóå æõîëãéïîéòï÷áîéñ óìïöîïê ôåèîéþåóëïê óéóôåíù
æÅÄÏÒÏ× á.÷.

÷ïúíïöîïóôîùå ðòåäåìù ôåèîïçåîîïçï òéóëá ÷ õóìï÷éñè îåòáúìéþéíïóôé óïóôïñîéê óìïöîùè óéóôåí
åÓÉÐÏ× à.÷., úÏÌÏÔÕÈÉÎ ÷.æ., ìÏÚÏ×ÓËÉÊ á.÷.

áëóéïíáôéþåóëéå ðïîñôéñ ÷ íïäåìéòï÷áîéé éîæïòíáãéïîîïê âåúïðáóîïóôé
ûÉÛËÉÎ ÷.í.

ï ÷ïúíïöîïóôîïê ïãåîëå òéóëá ëáë îáðòá÷ìåîéé ôåïòéé ëáôáóôòïæ (ëòáôëéê òåôòïóðåëôé÷îùê áîáìéú)
åÓÉÐÏ× à.÷.

âïòôï÷ïê éíéôáãéïîîùê ëïíðìåëó íïäåìéòï÷áîéñ îåûôáôîùè é á÷áòéêîùè óéôõáãéê îá ðì ëáë òåúõìøôáô óéîôåúá äéîáíéþåóëïçï é óôòõëôõòîïçï íïäåìéòï÷áîéñ, ëáë ÷áöîáñ þáóôø CALS-ôåèîïìïçéê ÷ óõäïóôòïåîéé
óËÏÂÅÌÅ× á.â.

RISK ANALYSIS ON THE BASIS OF JUDGMENTS SUPPLIED BY UNKNOWN EXPERTS
Utkin L.V., Shaburov S.P.

òáóþåôîùå íåôïäù ðòé áîáìéúå îáäåöîïóôé é âåúïðáóîïóôé óôòõëôõòîï óìïöîùè óéóôåí îá ïóîï÷å áìçåâòù ëïòôåöåê
ëÕÌÉË â.á.

ëïîãåðôõáìøîùå ðõôé ïãåîé÷áîéñ ïðáóîïóôé æõîëãéïîéòï÷áîéñ óìïöîùè ëïíðìåëóï÷ îá üôáðå éè òáîîåçï ðòïåëôéòï÷áîéñ
ëÏÚÌÏ× ÷., çÒÁÎËÉÎ â., æÅÄÏÒÏ× á.

ïðôéíéúáãéñ éî÷åóôéãéê ÷ ðï÷ùûåîéå îáäåöîïóôé ôåèîéþåóëïê óéóôåíù, üëóðìõáôéòõåíïê úá ðòåäåìáíé îáúîáþåîîïçï óòïëá óìõöâù éìé òåóõòóá
ìÕËØÑÎÏ× ÷.ä., íÅÌØÎÉËÏ× ÷.á.

íïäåìéòï÷áîéå é ïðôéíéúáãéñ îáãéïîáìøîïê óéóôåíù ÷ïúíåýåîéñ õýåòâá, ÷ùú÷áîîïçï ðòéòïäîùíé é ôåèîïçåîîùíé þó
ìÅÓÎÙÈ ÷.÷., ôÉÍÏÆÅÅ×Á ô.â.

ðòïâìåíù óôòáèï÷áîéñ üëïìïçéþåóëéè òéóëï÷ ÷ óéóôåíáè õðòá÷ìåîéñ âåúïðáóîïóôøà ïëòõöáàýåê ðòéòïäîïê óòåäù
ï×ÞÉÎÎÉËÏ×Á ô.é.

õþåô æáëôïòï÷ òéóëá ðòé ðìáîéòï÷áîéé òáâïô ÷ ìïçéóôéþåóëéè ãåðñè ðòïéú÷ïäóô÷åîîùè óåôåê
é×ÁÎÏ× ä.á.

ëïçîéôé÷îùê íïîéôïòéîç âåúïðáóîïóôé òáú÷éôéñ óïãéáìøîï-üëïîïíéþåóëïçï ïâÿåëôá
á×ÄÅÅ×Á ú.ë., ëÏ×ÒÉÇÁ ó.÷.

ôåïòåôéþåóëéå ïóîï÷ù õðòá÷ìåîéñ óôòõëôõòîïê äéîáíéëïê é éè ðòéìïöåîéå ë úáäáþáí áäáðôáãéé é óáíïïòçáîéúáãéé óìïöîùè ôåèîéþåóëéè óéóôåí
ïÈÔÉÌÅ× í.à., íÁÌÀÇÉÎ ë.á., óÏËÏÌÏ× â.÷.

A PROBABILISTIC MODEL FOR CLOSING GAS TRANSMISSION PIPELINE ON DESTRUCTION OR LEAKAGES
Krymsky V.G., Akhmedjanov F.M., Markert F.

ïðôéíáìøîïå òáúíåýåîéå éî÷åóôéãéê ÷ ïâåóðåþåîéå îáäåöîïóôé óìïöîïê ôåèîéþåóëïê óéóôåíù
ìÕËØÑÎÏ× ÷.ä., íÅÌØÎÉËÏ× ÷.A.

ðïîñôéå ï ôåïòéé é íåôïäáè ëïïòäéîéòï÷áîîùè ðåòåëìàþåîéê
ñÒÏÛÅÎËÏ á.÷.

á÷ôïòóëéê õëáúáôåìø



îÁÚÁÄ